110 citations · 154 across the 17 of their papers we have counts for
20 papers
Regular simple nuclear C*-algebras
Samuel Evington, Shanshan Hua, Christopher Schafhauser +3
We prove Z-stability for all simple, separable, pure, nuclear C*-algebras. Combining this with very recent work of Thiel completes the proof of the Toms-Winter conjecture. We do th…
Principal groupoid models for stable UCT Kirchberg algebras
Samuel Evington, Philipp Sibbel
We show that every stable UCT Kirchberg algebra has a principal étale groupoid model, and thus contains a C-diagonal. Every unital UCT Kirchberg algebra for which …
The real and stable rank of tracially complete C*-algebras
Samuel Evington, Aaron Tikuisis
We prove that a factorial tracially complete C*-algebra with CPoU has real rank zero and stable rank one. This leads to an essentially complete description of the Cuntz semigroup o…
Principal Groupoid Models for Cuntz Algebras and their Dynamic Asymptotic Dimension
Samuel Evington, Philipp Sibbel
We compute the dynamic asymptotic dimension of the principal groupoid models for the Cuntz algebras for that have arisen from work of Winter and…
C*-diagonals with Cantor spectrum in Cuntz algebras
Samuel Evington, Philipp Sibbel
We prove that there exists a C*-diagonal with Cantor spectrum in the Cuntz algebra for . Our method generalises to an uncountable family of UCT Ki…
Nuclear dimension of extensions of commutative C*-algebras by Kirchberg algebras
Samuel Evington, Abraham C. S. Ng, Aidan Sims +1
We compute the nuclear dimension of extensions of C*-algebras involving commutative unital quotients and stable Kirchberg ideals. We identify the finite directed graphs whose C*-al…